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What Makes a Classical Concept Classical? Toward a
What Makes a Classical Concept Classical? Toward a

Topological Quantum: Lecture Notes
Topological Quantum: Lecture Notes

... To given an example of how these rules work we show evaluation of the Kauffman invariant for a simple knot in figure 2.3. The output of the calculation is that the Kauffman invariant of this knot comes out to be d. This results is expected since we know that the orginal knot (in the upper left of th ...
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Quantum Optical Multiple Scattering
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... We have been taught throughout our life that light propagates as waves, giving rise to constructive and destructive interference. It is thus often not considered strange when the light quanta, known as photons, are found to make similar interference patterns. Opposite to electrons or other quantum p ...
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... samples in microfluidic devices. However, independent studies of DEP and ACEO were impeded by the fact that the two mechanisms can both occur in the same experimental/application environment. To provide a more complete theoretical basis for the electrical polarizability of colloidal particles, and t ...
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... fields. To give the band-gap structure, one has to impose the periodic boundary condition on the chain direction, which ensures the translational invariance along that direction. For our nonlinear lattice system, there may appear two typical kinds of stationary states: the extended states in form of ...
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... the particles meet in a collision zone 11, the directions of the velocities of the first and second particle(s) are substantially opposite. Therefore the target second particle(s) 23 takes the form of one or more particle(s) 23 with a high speed and a direction opposite to that of the direction of t ...
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... physical system. In an effort to realise a practical quantum network, it is therefore important to be able to efficiently interface different physical systems. With the photon as the interconnect, the implementation may require the different physical systems to produce indistinguishable photons whic ...
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... even though it may look a little different on either side. If both sides must be the same, then they must also have the same units. The basic strategy is to represent all quantities in the equation by their dimensions. For example, x is typically used to represent distance, so it will have dimension ...
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Disorder(Strength(δ2( Energy( Density( Ext,(( Para( ( MBL( Para

... Our current understanding of the phases of quantum matter in equilibrium is built largely on the traditional Landau framework of broken symmetries [1] and the more recent framework, still in rapid evolution, of topological order and allied classifications [2–7]. There are interesting exceptions to t ...
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... Potential mechanical depends on where an object is. One type of potential mechanical energy is elastic. When a rubber band is stretched out, it has the greatest potential elastic mechanical energy. The potential energy weakens as the rubber band relaxes. At the same time, the kinetic energy grows. T ...
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Theoretical and experimental justification for the Schrödinger equation

The theoretical and experimental justification for the Schrödinger equation motivates the discovery of the Schrödinger equation, the equation that describes the dynamics of nonrelativistic particles. The motivation uses photons, which are relativistic particles with dynamics determined by Maxwell's equations, as an analogue for all types of particles.This article is at a postgraduate level. For a more general introduction to the topic see Introduction to quantum mechanics.
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